<!DOCTYPE html>
<html lang="en">

<head>
  <meta charset="UTF-8">
  <meta name="viewport" content="width=device-width, initial-scale=1.0">
  <title>Interactive BOM for KiCAD</title>
  <style type="text/css">
:root {
  --pcb-edge-color: black;
  --pad-color: #878787;
  --pad-hole-color: #CCCCCC;
  --pad-color-highlight: #D04040;
  --pin1-outline-color: #ffb629;
  --pin1-outline-color-highlight: #b4ff03;
  --silkscreen-edge-color: #aa4;
  --silkscreen-polygon-color: #4aa;
  --silkscreen-text-color: #4aa;
  --fabrication-edge-color: #907651;
  --fabrication-polygon-color: #907651;
  --fabrication-text-color: #a27c24;
  --track-color: #def5f1;
  --track-color-highlight: #D04040;
  --zone-color: #def5f1;
  --zone-color-highlight: #d0404080;
}

html, body {
  margin: 0px;
  height: 100%;
  font-family: Verdana, sans-serif;
}

.dark.topmostdiv {
  --pcb-edge-color: #eee;
  --pad-color: #808080;
  --pin1-outline-color: #ffa800;
  --pin1-outline-color-highlight: #ccff00;
  --track-color: #42524f;
  --zone-color: #42524f;
  background-color: #252c30;
  color: #eee;
}

button {
  background-color: #eee;
  border: 1px solid #888;
  color: black;
  height: 44px;
  width: 44px;
  text-align: center;
  text-decoration: none;
  display: inline-block;
  font-size: 14px;
  font-weight: bolder;
}

.dark button {
  /* This will be inverted */
  background-color: #c3b7b5;
}

button.depressed {
  background-color: #0a0;
  color: white;
}

.dark button.depressed {
  /* This will be inverted */
  background-color: #b3b;
}

button:focus {
  outline: 0;
}

button#tb-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#lr-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#bom-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-grouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-ungrouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-netlist-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
}

button#copy {
  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
  background-position: 6px 6px;
  background-repeat: no-repeat;
  background-size: 26px 26px;
  border-radius: 6px;
  height: 40px;
  width: 40px;
  margin: 10px 5px;
}

button#copy:active {
    box-shadow: inset 0px 0px 5px #6c6c6c;
}

textarea.clipboard-temp {
  position: fixed;
  top: 0;
  left: 0;
  width: 2em;
  height: 2em;
  padding: 0;
  border: None;
  outline: None;
  box-shadow: None;
  background: transparent;
}

.left-most-button {
  border-right: 0;
  border-top-left-radius: 6px;
  border-bottom-left-radius: 6px;
}

.middle-button {
  border-right: 0;
}

.right-most-button {
  border-top-right-radius: 6px;
  border-bottom-right-radius: 6px;
}

.button-container {
  font-size: 0;
  margin: 10px 10px 10px 0px;
}

.dark .button-container {
  filter: invert(1);
}

.button-container button {
  background-size: 32px 32px;
  background-position: 5px 5px;
  background-repeat: no-repeat;
}

@media print {
  .hideonprint {
    display: none;
  }
}

canvas {
  cursor: crosshair;
}

canvas:active {
  cursor: grabbing;
}

.fileinfo {
  width: 100%;
  max-width: 1000px;
  border: none;
  padding: 5px;
}

.fileinfo .title {
  font-size: 20pt;
  font-weight: bold;
}

.fileinfo td {
  overflow: hidden;
  white-space: nowrap;
  max-width: 1px;
  width: 50%;
  text-overflow: ellipsis;
}

.bom {
  border-collapse: collapse;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 10pt;
  table-layout: fixed;
  width: 100%;
  margin-top: 1px;
}

.bom th, .bom td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

.dark .bom th, .dark .bom td {
  border: 1px solid #777;
}

.bom th {
  background-color: #CCCCCC;
  background-clip: padding-box;
}

.dark .bom th {
  background-color: #3b4749;
}

.bom tr.highlighted:nth-child(n) {
  background-color: #cfc;
}

.dark .bom tr.highlighted:nth-child(n) {
  background-color: #226022;
}

.bom tr:nth-child(even) {
  background-color: #f2f2f2;
}

.dark .bom tr:nth-child(even) {
  background-color: #313b40;
}

.bom tr.checked {
  color: #aaa;
}

.dark .bom tr.checked {
  color: #666;
}

.bom tr {
  transition: background-color 0.2s;
}

.bom .numCol {
  width: 30px;
}

.bom .Description {
  width: 10%;
}

.bom .Part {
  width: 10%;
}

.bom .Value {
  width: 15%;
}

.bom .Quantity {
  width: 65px;
}

.bom th .sortmark {
  position: absolute;
  right: 1px;
  top: 1px;
  margin-top: -5px;
  border-width: 5px;
  border-style: solid;
  border-color: transparent transparent #221 transparent;
  transform-origin: 50% 85%;
  transition: opacity 0.2s, transform 0.4s;
}

.dark .bom th .sortmark {
  filter: invert(1);
}

.bom th .sortmark.none {
  opacity: 0;
}

.bom th .sortmark.desc {
  transform: rotate(180deg);
}

.bom th:hover .sortmark.none {
  opacity: 0.5;
}

.bom .bom-checkbox {
  width: 30px;
  position: relative;
  user-select: none;
  -moz-user-select: none;
}

.bom .bom-checkbox:before {
  content: "";
  position: absolute;
  border-width: 15px;
  border-style: solid;
  border-color: #51829f transparent transparent transparent;
  visibility: hidden;
  top: -15px;
}

.bom .bom-checkbox:after {
  content: "Double click to set/unset all";
  position: absolute;
  color: white;
  top: -35px;
  left: -26px;
  background: #51829f;
  padding: 5px 15px;
  border-radius: 8px;
  white-space: nowrap;
  visibility: hidden;
}

.bom .bom-checkbox:hover:before, .bom .bom-checkbox:hover:after {
  visibility: visible;
  transition: visibility 0.2s linear 1s;
}

.split {
  -webkit-box-sizing: border-box;
  -moz-box-sizing: border-box;
  box-sizing: border-box;
  overflow-y: auto;
  overflow-x: hidden;
  background-color: inherit;
}

.split.split-horizontal, .gutter.gutter-horizontal {
  height: 100%;
  float: left;
}

.gutter {
  background-color: #ddd;
  background-repeat: no-repeat;
  background-position: 50%;
  transition: background-color 0.3s;
}

.dark .gutter {
  background-color: #777;
}

.gutter.gutter-horizontal {
  background-image: url('');
  cursor: ew-resize;
  width: 5px;
}

.gutter.gutter-vertical {
  background-image: url('');
  cursor: ns-resize;
  height: 5px;
}

.searchbox {
  float: left;
  height: 40px;
  margin: 10px 5px;
  padding: 12px 32px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 18px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 6px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  background-image: url('');
  background-position: 10px 10px;
  background-repeat: no-repeat;
}

.dark .searchbox {
  background-color: #111;
  color: #eee;
}

.searchbox::placeholder {
  color: #ccc;
}

.dark .searchbox::placeholder {
  color: #666;
}

.filter {
  width: calc(60% - 64px);
}

.reflookup {
  width: calc(40% - 10px);
}

input[type=text]:focus {
  background-color: white;
  border: 1px solid #333;
}

.dark input[type=text]:focus {
  background-color: #333;
  border: 1px solid #ccc;
}

mark.highlight {
  background-color: #5050ff;
  color: #fff;
  padding: 2px;
  border-radius: 6px;
}

.dark mark.highlight {
  background-color: #76a6da;
  color: #111;
}

.menubtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
  background-position: center;
  background-repeat: no-repeat;
}

.statsbtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.iobtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.visbtn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
  padding: 15px;
}

#vismenu-content {
  left: 0px;
  font-family: Verdana, sans-serif;
}

.dark .statsbtn, .dark .savebtn, .dark .menubtn, .dark .iobtn, .dark .visbtn {
  filter: invert(1);
}

.flexbox {
  display: flex;
  align-items: center;
  justify-content: space-between;
  width: 100%;
}

.savebtn {
  background-color: #d6d6d6;
  width: auto;
  height: 30px;
  flex-grow: 1;
  margin: 5px;
  border-radius: 4px;
}

.savebtn:active {
  background-color: #0a0;
  color: white;
}

.dark .savebtn:active {
  /* This will be inverted */
  background-color: #b3b;
}

.stats {
  border-collapse: collapse;
  font-size: 12pt;
  table-layout: fixed;
  width: 100%;
  min-width: 450px;
}

.dark .stats td {
  border: 1px solid #bbb;
}

.stats td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

#checkbox-stats div {
  position: absolute;
  left: 0;
  top: 0;
  height: 100%;
  width: 100%;
  display: flex;
  align-items: center;
  justify-content: center;
}

#checkbox-stats .bar {
  background-color: rgba(28, 251, 0, 0.6);
}

.menu {
  position: relative;
  display: inline-block;
  margin: 10px 10px 10px 0px;
}

.menu-content {
  font-size: 12pt !important;
  text-align: left !important;
  font-weight: normal !important;
  display: none;
  position: absolute;
  background-color: white;
  right: 0;
  min-width: 300px;
  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
  z-index: 100;
  padding: 8px;
}

.dark .menu-content {
  background-color: #111;
}

.menu:hover .menu-content {
  display: block;
}

.menu:hover .menubtn, .menu:hover .iobtn, .menu:hover .statsbtn {
  background-color: #eee;
}

.menu-label {
  display: inline-block;
  padding: 8px;
  border: 1px solid #ccc;
  border-top: 0;
  width: calc(100% - 18px);
}

.menu-label-top {
  border-top: 1px solid #ccc;
}

.menu-textbox {
  float: left;
  height: 24px;
  margin: 10px 5px;
  padding: 5px 5px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 14px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 4px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  width: calc(100% - 10px);
}

.menu-textbox.invalid, .dark .menu-textbox.invalid {
  color: red;
}

.dark .menu-textbox {
  background-color: #222;
  color: #eee;
}

.radio-container {
  margin: 4px;
}

.topmostdiv {
  width: 100%;
  height: 100%;
  background-color: white;
  transition: background-color 0.3s;
}

#top {
  height: 78px;
  border-bottom: 2px solid black;
}

.dark #top {
  border-bottom: 2px solid #ccc;
}

#dbg {
  display: block;
}

::-webkit-scrollbar {
  width: 8px;
}

::-webkit-scrollbar-track {
  background: #aaa;
}

::-webkit-scrollbar-thumb {
  background: #666;
  border-radius: 3px;
}

::-webkit-scrollbar-thumb:hover {
  background: #555;
}

.slider {
  -webkit-appearance: none;
  width: 100%;
  margin: 3px 0;
  padding: 0;
  outline: none;
  opacity: 0.7;
  -webkit-transition: .2s;
  transition: opacity .2s;
  border-radius: 3px;
}

.slider:hover {
  opacity: 1;
}

.slider:focus {
  outline: none;
}

.slider::-webkit-slider-runnable-track {
  -webkit-appearance: none;
  width: 100%;
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
  border: none;
}

.slider::-webkit-slider-thumb {
  -webkit-appearance: none;
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin-top: -4px;
}

.dark .slider::-webkit-slider-thumb {
  background: #3d3;
}

.slider::-moz-range-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
}

.slider::-moz-range-track {
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
}

.dark .slider::-moz-range-thumb {
  background: #3d3;
}

.slider::-ms-track {
  width: 100%;
  height: 8px;
  border-width: 3px 0;
  background: transparent;
  border-color: transparent;
  color: transparent;
  transition: opacity .2s;
}

.slider::-ms-fill-lower {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-fill-upper {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin: 0;
}

.shameless-plug {
  font-size: 0.8em;
  text-align: center;
  display: block;
}

a {
  color: #0278a4;
}

.dark a {
  color: #00b9fd;
}

#frontcanvas, #backcanvas {
    touch-action: none;
}

.placeholder {
  border: 1px dashed #9f9fda !important;
  background-color: #edf2f7 !important;
}

.dragging {
  z-index: 999;
}

.dark .dragging > table > tbody > tr {
  background-color: #252c30;
}

.dark .placeholder {
  filter: invert(1);
}


  </style>
  <script type="text/javascript" >
///////////////////////////////////////////////
/*
  Split.js - v1.3.5
  MIT License
  https://github.com/nathancahill/Split.js
*/
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///////////////////////////////////////////////

///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
///////////////////////////////////////////////

///////////////////////////////////////////////
/*!
 * PEP v0.4.3 | https://github.com/jquery/PEP
 * Copyright jQuery Foundation and other contributors | http://jquery.org/license
 */
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///////////////////////////////////////////////

///////////////////////////////////////////////
var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, "show_silkscreen": true, "highlight_pin1": false, "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "extra_fields": []}
///////////////////////////////////////////////

///////////////////////////////////////////////
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"))
///////////////////////////////////////////////

///////////////////////////////////////////////
/* Utility functions */

var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
  pcbdata.metadata.revision + '__#';
var storage;

function initStorage(key) {
  try {
    window.localStorage.getItem("blank");
    storage = window.localStorage;
  } catch (e) {
    // localStorage not available
  }
  if (!storage) {
    try {
      window.sessionStorage.getItem("blank");
      storage = window.sessionStorage;
    } catch (e) {
      // sessionStorage also not available
    }
  }
}

function readStorage(key) {
  if (storage) {
    return storage.getItem(storagePrefix + key);
  } else {
    return null;
  }
}

function writeStorage(key, value) {
  if (storage) {
    storage.setItem(storagePrefix + key, value);
  }
}

function fancyDblClickHandler(el, onsingle, ondouble) {
  return function() {
    if (el.getAttribute("data-dblclick") == null) {
      el.setAttribute("data-dblclick", 1);
      setTimeout(function() {
        if (el.getAttribute("data-dblclick") == 1) {
          onsingle();
        }
        el.removeAttribute("data-dblclick");
      }, 200);
    } else {
      el.removeAttribute("data-dblclick");
      ondouble();
    }
  }
}

function smoothScrollToRow(rowid) {
  document.getElementById(rowid).scrollIntoView({
    behavior: "smooth",
    block: "center",
    inline: "nearest"
  });
}

function focusInputField(input) {
  input.scrollIntoView(false);
  input.focus();
  input.select();
}

function copyToClipboard() {
  var text = '';
  for (var node of bomhead.childNodes[0].childNodes) {
    if (node.firstChild) {
      text = text + node.firstChild.nodeValue;
    }
    if (node != bomhead.childNodes[0].lastChild) {
      text += '\t';
    }
  }
  text += '\n';
  for (var row of bombody.childNodes) {
    for (var cell of row.childNodes) {
      for (var node of cell.childNodes) {
        if (node.nodeName == "INPUT") {
          if (node.checked) {
            text = text + '✓';
          }
        } else if (node.nodeName == "MARK") {
          text = text + node.firstChild.nodeValue;
        } else {
          text = text + node.nodeValue;
        }
      }
      if (cell != row.lastChild) {
        text += '\t';
      }
    }
    text += '\n';
  }
  var textArea = document.createElement("textarea");
  textArea.classList.add('clipboard-temp');
  textArea.value = text;

  document.body.appendChild(textArea);
  textArea.focus();
  textArea.select();

  try {
    if (document.execCommand('copy')) {
      console.log('Bom copied to clipboard.');
    }
  } catch (err) {
    console.log('Can not copy to clipboard.');
  }

  document.body.removeChild(textArea);
}

function removeGutterNode(node) {
  for (var i = 0; i < node.childNodes.length; i++) {
    if (node.childNodes[i].classList &&
      node.childNodes[i].classList.contains("gutter")) {
      node.removeChild(node.childNodes[i]);
      break;
    }
  }
}

function cleanGutters() {
  removeGutterNode(document.getElementById("bot"));
  removeGutterNode(document.getElementById("canvasdiv"));
}

var units = {
  prefixes: {
    giga: ["G", "g", "giga", "Giga", "GIGA"],
    mega: ["M", "mega", "Mega", "MEGA"],
    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
    milli: ["m", "milli", "Milli", "MILLI"],
    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
    nano: ["N", "n", "nano", "Nano", "NANO"],
    pico: ["P", "p", "pico", "Pico", "PICO"],
  },
  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
  unitsLong: [
    "OHM", "Ohm", "ohm", "ohms",
    "FARAD", "Farad", "farad",
    "HENRY", "Henry", "henry"
  ],
  getMultiplier: function(s) {
    if (this.prefixes.giga.includes(s)) return 1e9;
    if (this.prefixes.mega.includes(s)) return 1e6;
    if (this.prefixes.kilo.includes(s)) return 1e3;
    if (this.prefixes.milli.includes(s)) return 1e-3;
    if (this.prefixes.micro.includes(s)) return 1e-6;
    if (this.prefixes.nano.includes(s)) return 1e-9;
    if (this.prefixes.pico.includes(s)) return 1e-12;
    return 1;
  },
  valueRegex: null,
}

function initUtils() {
  var allPrefixes = units.prefixes.giga
                    .concat(units.prefixes.mega)
                    .concat(units.prefixes.kilo)
                    .concat(units.prefixes.milli)
                    .concat(units.prefixes.micro)
                    .concat(units.prefixes.nano)
                    .concat(units.prefixes.pico);
  var allUnits = units.unitsShort.concat(units.unitsLong);
  units.valueRegex = new RegExp("^([0-9\.]+)" +
                         "\\s*(" + allPrefixes.join("|") + ")?" +
                         "(" + allUnits.join("|") + ")?" +
                         "(\\b.*)?$", "");
  units.valueAltRegex = new RegExp("^([0-9]*)" +
                         "(" + units.unitsShort.join("|") + ")?" +
                         "([GgMmKkUuNnPp])?" +
                         "([0-9]*)" +
                         "(\\b.*)?$", "");
  for (var bom_type of ["both", "F", "B"]) {
    for (var row of pcbdata.bom[bom_type]) {
      row.push(parseValue(row[1], row[3][0][0]));
    }
  }
}

function parseValue(val, ref) {
  var inferUnit = (unit, ref) => {
    if (unit) {
      unit = unit.toLowerCase();
      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
        unit = 'r';
      }
      unit = unit[0];
    } else {
      ref = /^([a-z]+)\d+$/i.exec(ref);
      if (ref) {
        ref = ref[1].toLowerCase();
        if (ref == "c") unit = 'f';
        else if (ref == "l") unit = 'h';
        else if (ref == "r" || ref == "rv") unit = 'r';
        else unit = null;
      }
    }
    return unit;
  };
  val = val.replace(/,/g, "");
  var match = units.valueRegex.exec(val);
  var unit;
  if (match) {
    val = parseFloat(match[1]);
    if (match[2]) {
      val = val * units.getMultiplier(match[2]);
    }
    unit = inferUnit(match[3], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[4],
    }
  }
  match = units.valueAltRegex.exec(val);
  if (match && (match[1] || match[4])) {
    val = parseFloat(match[1] + "." + match[4]);
    if (match[3]) {
      val = val * units.getMultiplier(match[3]);
    }
    unit = inferUnit(match[2], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[5],
    }
  }
  return null;
}

function valueCompare(a, b, stra, strb) {
  if (a === null && b === null) {
    // Failed to parse both values, compare them as strings.
    if (stra != strb) return stra > strb ? 1 : -1;
    else return 0;
  } else if (a === null) {
    return 1;
  } else if (b === null) {
    return -1;
  } else {
    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
    else return 0;
  }
}

function validateSaveImgDimension(element) {
  var valid = false;
  var intValue = 0;
  if (/^[1-9]\d*$/.test(element.value)) {
    intValue = parseInt(element.value);
    if (intValue <= 16000) {
      valid = true;
    }
  }
  if (valid) {
    element.classList.remove("invalid");
  } else {
    element.classList.add("invalid");
  }
  return intValue;
}

function saveImage(layer) {
  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
  var bgcolor = null;
  if (!document.getElementById("render-save-transparent").checked) {
    var style = getComputedStyle(topmostdiv);
    bgcolor = style.getPropertyValue("background-color");
  }
  if (!width || !height) return;

  // Prepare image
  var canvas = document.createElement("canvas");
  var layerdict = {
    transform: {
      x: 0,
      y: 0,
      s: 1,
      panx: 0,
      pany: 0,
      zoom: 1,
    },
    bg: canvas,
    fab: canvas,
    silk: canvas,
    highlight: canvas,
    layer: layer,
  }
  // Do the rendering
  recalcLayerScale(layerdict, width, height);
  prepareLayer(layerdict);
  clearCanvas(canvas, bgcolor);
  drawBackground(layerdict, false);
  drawHighlightsOnLayer(layerdict, false);

  // Save image
  var imgdata = canvas.toDataURL("image/png");

  var filename = pcbdata.metadata.title;
  if (pcbdata.metadata.revision) {
    filename += `.${pcbdata.metadata.revision}`;
  }
  filename += `.${layer}.png`;
  saveFile(filename, dataURLtoBlob(imgdata));
}

function saveSettings() {
  var data = {
    type: "InteractiveHtmlBom settings",
    version: 1,
    pcbmetadata: pcbdata.metadata,
    settings: settings,
  }
  var blob = new Blob([JSON.stringify(data, null, 4)], {type: "application/json"});
  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}

function loadSettings() {
  var input = document.createElement("input");
  input.type = "file";
  input.accept = ".settings.json";
  input.onchange = function(e) {
    var file = e.target.files[0];
    var reader = new FileReader();
    reader.onload = readerEvent => {
      var content = readerEvent.target.result;
      var newSettings;
      try {
        newSettings = JSON.parse(content);
      } catch(e) {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      if (newSettings.type != "InteractiveHtmlBom settings") {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
      if (metadataMatches) {
        for (var k in pcbdata.metadata) {
          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
            metadataMatches = false;
          }
        }
      }
      if (!metadataMatches) {
        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
        if (!confirm(
          `Settins file metadata does not match current metadata.\n\n` +
          `Page metadata:\n${currentMetadata}\n\n` +
          `Settings file metadata:\n${fileMetadata}\n\n` +
          `Press OK if you would like to import settings anyway.`)) {
          return;
        }
      }
      overwriteSettings(newSettings.settings);
    }
    reader.readAsText(file, 'UTF-8');
  }
  input.click();
}

function overwriteSettings(newSettings) {
  initDone = false;
  Object.assign(settings, newSettings);
  writeStorage("bomlayout", settings.bomlayout);
  writeStorage("bommode", settings.bommode);
  writeStorage("canvaslayout", settings.canvaslayout);
  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
  for (var checkbox of settings.checkboxes) {
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
  }
  writeStorage("darkenWhenChecked", settings.darkenWhenChecked);
  padsVisible(settings.renderPads);
  document.getElementById("padsCheckbox").checked = settings.renderPads;
  fabricationVisible(settings.renderFabrication);
  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
  silkscreenVisible(settings.renderSilkscreen);
  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
  referencesVisible(settings.renderReferences);
  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
  valuesVisible(settings.renderValues);
  document.getElementById("valuesCheckbox").checked = settings.renderValues;
  tracksVisible(settings.renderTracks);
  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
  zonesVisible(settings.renderZones);
  document.getElementById("zonesCheckbox").checked = settings.renderZones;
  dnpOutline(settings.renderDnpOutline);
  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
  setRedrawOnDrag(settings.redrawOnDrag);
  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
  setDarkMode(settings.darkMode);
  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
  setHighlightPin1(settings.highlightpin1);
  document.getElementById("highlightpin1Checkbox").checked = settings.highlightpin1;
  showFootprints(settings.show_footprints);
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  initDone = true;
  prepCheckboxes();
  changeBomLayout(settings.bomlayout);
}

function saveFile(filename, blob) {
  var link = document.createElement("a");
  var objurl = URL.createObjectURL(blob);
  link.download = filename;
  link.href = objurl;
  link.click();
}

function dataURLtoBlob(dataurl) {
  var arr = dataurl.split(','), mime = arr[0].match(/:(.*?);/)[1],
      bstr = atob(arr[1]), n = bstr.length, u8arr = new Uint8Array(n);
  while(n--){
      u8arr[n] = bstr.charCodeAt(n);
  }
  return new Blob([u8arr], {type:mime});
}

var settings = {
  canvaslayout: "default",
  bomlayout: "default",
  bommode: "grouped",
  checkboxes: [],
  checkboxStoredRefs: {},
  darkMode: false,
  highlightpin1: false,
  redrawOnDrag: true,
  boardRotation: 0,
  renderPads: true,
  renderReferences: true,
  renderValues: true,
  renderSilkscreen: true,
  renderFabrication: true,
  renderDnpOutline: false,
  renderTracks: true,
  renderZones: true,
}

function initDefaults() {
  settings.bomlayout = readStorage("bomlayout");
  if (settings.bomlayout === null) {
    settings.bomlayout = config.bom_view;
  }
  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
    settings.bomlayout = config.bom_view;
  }
  settings.bommode = readStorage("bommode");
  if (settings.bommode === null) {
    settings.bommode = "grouped";
  }
  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
    settings.bommode = "grouped";
  }
  settings.canvaslayout = readStorage("canvaslayout");
  if (settings.canvaslayout === null) {
    settings.canvaslayout = config.layer_view;
  }
  var bomCheckboxes = readStorage("bomCheckboxes");
  if (bomCheckboxes === null) {
    bomCheckboxes = config.checkboxes;
  }
  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
  document.getElementById("bomCheckboxes").value = bomCheckboxes;

  settings.darkenWhenChecked = readStorage("darkenWhenChecked") || "";
  populateDarkenWhenCheckedOptions();

  function initBooleanSetting(storageString, def, elementId, func) {
    var b = readStorage(storageString);
    if (b === null) {
      b = def;
    } else {
      b = (b == "true");
    }
    document.getElementById(elementId).checked = b;
    func(b);
  }

  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
  if ("tracks" in pcbdata) {
    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
  } else {
    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
    tracksVisible(false);
    zonesVisible(false);
  }
  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);
  initBooleanSetting("highlightpin1", config.highlight_pin1, "highlightpin1Checkbox", setHighlightPin1);
  
  const stdCols = Array("checkboxes", "references", "value", "footprint", "quantities");
  var hcols = JSON.parse(readStorage("hiddenColumns"));
  if(hcols === null) {
    hcols = [];
  } 
  settings.hiddenColumns = hcols.filter(e => stdCols.includes(e) || config.extra_fields.includes(e));

  var cord = JSON.parse(readStorage("columnOrder"));
  if(cord === null) {
    cord = Array.from(stdCols);
    cord = cord.slice(0,2).concat(config.extra_fields).concat(cord.slice(2));
  } else {
    cord = cord.filter(e => stdCols.includes(e) || config.extra_fields.includes(e));
    var missing_extra = config.extra_fields.filter(e => !cord.includes(e));
    cord = cord.concat(missing_extra)
  }
  settings.columnOrder = cord;

  settings.boardRotation = readStorage("boardRotation");
  if (settings.boardRotation === null) {
    settings.boardRotation = config.board_rotation * 5;
  } else {
    settings.boardRotation = parseInt(settings.boardRotation);
  }
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
}

// Helper classes for user js callbacks.

const IBOM_EVENT_TYPES = {
  ALL: "all",
  HIGHLIGHT_EVENT: "highlightEvent",
  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
}

const EventHandler = {
  callbacks: {},
  init: function() {
    for (eventType of Object.values(IBOM_EVENT_TYPES))
      this.callbacks[eventType] = [];
  },
  registerCallback: function(eventType, callback) {
    this.callbacks[eventType].push(callback);
  },
  emitEvent: function(eventType, eventArgs) {
    event = {
      eventType: eventType,
      args: eventArgs,
    }
    var callback;
    for(callback of this.callbacks[eventType])
      callback(event);
    for(callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
      callback(event);
  }
}
EventHandler.init();

///////////////////////////////////////////////

///////////////////////////////////////////////
/* PCB rendering code */

var emptyContext2d = document.createElement("canvas").getContext("2d");

function deg2rad(deg) {
  return deg * Math.PI / 180;
}

function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
  var point = [
    linepoint[0] * text.width + offsetx,
    linepoint[1] * text.height + offsety
  ];
  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
  return point;
}

function drawText(ctx, text, color) {
  if ("ref" in text && !settings.renderReferences) return;
  if ("val" in text && !settings.renderValues) return;
  ctx.save();
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  ctx.lineWidth = text.thickness;
  if ("svgpath" in text) {
    ctx.stroke(new Path2D(text.svgpath));
    ctx.restore();
    return;
  }
  ctx.translate(...text.pos);
  ctx.translate(text.thickness * 0.5, 0);
  var angle = -text.angle;
  if (text.attr.includes("mirrored")) {
    ctx.scale(-1, 1);
    angle = -angle;
  }
  var tilt = 0;
  if (text.attr.includes("italic")) {
    tilt = 0.125;
  }
  var interline = text.height * 1.5 + text.thickness;
  var txt = text.text.split("\n");
  // KiCad ignores last empty line.
  if (txt[txt.length - 1] == '') txt.pop();
  ctx.rotate(deg2rad(angle));
  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
  for (var i in txt) {
    var lineWidth = text.thickness + interline / 2 * tilt;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        lineWidth += fourSpaces - lineWidth % fourSpaces;
      } else {
        if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
        }
        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
      }
    }
    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
    var inOverbar = false;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        offsetx += fourSpaces - offsetx % fourSpaces;
        continue;
      } else if (txt[i][j] == '~') {
        j++;
        if (j == txt[i].length)
          break;
        if (txt[i][j] != '~') {
          inOverbar = !inOverbar;
        }
      }
      var glyph = pcbdata.font_data[txt[i][j]];
      if (inOverbar) {
        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];

        if (!lastHadOverbar) {
          overbarStart[0] += text.height * 1.4 * tilt;
          lastHadOverbar = true;
        }
        ctx.beginPath();
        ctx.moveTo(...overbarStart);
        ctx.lineTo(...overbarEnd);
        ctx.stroke();
      } else {
        lastHadOverbar = false;
      }
      for (var line of glyph.l) {
        ctx.beginPath();
        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
        for (var k = 1; k < line.length; k++) {
          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
        }
        ctx.stroke();
      }
      offsetx += glyph.w * text.width;
    }
    offsety += interline;
  }
  ctx.restore();
}

function drawedge(ctx, scalefactor, edge, color) {
  ctx.strokeStyle = color;
  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
  ctx.lineCap = "round";
  if ("svgpath" in edge) {
    ctx.stroke(new Path2D(edge.svgpath));
  } else {
    ctx.beginPath();
    if (edge.type == "segment") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(...edge.end);
    }
    if (edge.type == "rect") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(edge.start[0], edge.end[1]);
      ctx.lineTo(...edge.end);
      ctx.lineTo(edge.end[0], edge.start[1]);
      ctx.lineTo(...edge.start);
    }
    if (edge.type == "arc") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        deg2rad(edge.startangle),
        deg2rad(edge.endangle));
    }
    if (edge.type == "circle") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        0, 2 * Math.PI);
      ctx.closePath();
    }
    if (edge.type == "curve") {
      ctx.moveTo(...edge.start);
      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
    }
    ctx.stroke();
  }
}

function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
  var path = new Path2D();
  var width = size[0];
  var height = size[1];
  var x = width * -0.5;
  var y = height * -0.5;
  var chamfOffset = Math.min(width, height) * chamfratio;
  path.moveTo(x, 0);
  if (chamfpos & 4) {
    path.lineTo(x, y + height - chamfOffset);
    path.lineTo(x + chamfOffset, y + height);
    path.lineTo(0, y + height);
  } else {
    path.arcTo(x, y + height, x + width, y + height, radius);
  }
  if (chamfpos & 8) {
    path.lineTo(x + width - chamfOffset, y + height);
    path.lineTo(x + width, y + height - chamfOffset);
    path.lineTo(x + width, 0);
  } else {
    path.arcTo(x + width, y + height, x + width, y, radius);
  }
  if (chamfpos & 2) {
    path.lineTo(x + width, y + chamfOffset);
    path.lineTo(x + width - chamfOffset, y);
    path.lineTo(0, y);
  } else {
    path.arcTo(x + width, y, x, y, radius);
  }
  if (chamfpos & 1) {
    path.lineTo(x + chamfOffset, y);
    path.lineTo(x, y + chamfOffset);
    path.lineTo(x, 0);
  } else {
    path.arcTo(x, y, x, y + height, radius);
  }
  path.closePath();
  return path;
}

function getOblongPath(size) {
  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
}

function getPolygonsPath(shape) {
  if (shape.path2d) {
    return shape.path2d;
  }
  if ("svgpath" in shape) {
    shape.path2d = new Path2D(shape.svgpath);
  } else {
    var path = new Path2D();
    for (var polygon of shape.polygons) {
      path.moveTo(...polygon[0]);
      for (var i = 1; i < polygon.length; i++) {
        path.lineTo(...polygon[i]);
      }
      path.closePath();
    }
    shape.path2d = path;
  }
  return shape.path2d;
}

function drawPolygonShape(ctx, shape, color) {
  ctx.save();
  ctx.fillStyle = color;
  if (!("svgpath" in shape)) {
    ctx.translate(...shape.pos);
    ctx.rotate(deg2rad(-shape.angle));
  }
  ctx.fill(getPolygonsPath(shape));
  ctx.restore();
}

function drawDrawing(ctx, scalefactor, drawing, color) {
  if (["segment", "arc", "circle", "curve"].includes(drawing.type)) {
    drawedge(ctx, scalefactor, drawing, color);
  } else if (drawing.type == "polygon") {
    drawPolygonShape(ctx, drawing, color);
  } else {
    drawText(ctx, drawing, color);
  }
}

function getCirclePath(radius) {
  var path = new Path2D();
  path.arc(0, 0, radius, 0, 2 * Math.PI);
  path.closePath();
  return path;
}

function getCachedPadPath(pad) {
  if (!pad.path2d) {
    // if path2d is not set, build one and cache it on pad object
    if (pad.shape == "rect") {
      pad.path2d = new Path2D();
      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
    } else if (pad.shape == "oval") {
      pad.path2d = getOblongPath(pad.size);
    } else if (pad.shape == "circle") {
      pad.path2d = getCirclePath(pad.size[0] / 2);
    } else if (pad.shape == "roundrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
    } else if (pad.shape == "chamfrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
    } else if (pad.shape == "custom") {
      pad.path2d = getPolygonsPath(pad);
    }
  }
  return pad.path2d;
}

function drawPad(ctx, pad, color, outline) {
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  if (pad.offset) {
    ctx.translate(...pad.offset);
  }
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  var path = getCachedPadPath(pad);
  if (outline) {
    ctx.stroke(path);
  } else {
    ctx.fill(path);
  }
  ctx.restore();
}

function drawPadHole(ctx, pad, padHoleColor) {
  if (pad.type != "th") return;
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  ctx.fillStyle = padHoleColor;
  if (pad.drillshape == "oblong") {
    ctx.fill(getOblongPath(pad.drillsize));
  } else {
    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
  }
  ctx.restore();
}

function drawFootprint(ctx, layer, scalefactor, footprint, padColor, padHoleColor, outlineColor, highlight, outline) {
  if (highlight) {
    // draw bounding box
    if (footprint.layer == layer) {
      ctx.save();
      ctx.globalAlpha = 0.2;
      ctx.translate(...footprint.bbox.pos);
      ctx.rotate(deg2rad(-footprint.bbox.angle));
      ctx.translate(...footprint.bbox.relpos);
      ctx.fillStyle = padColor;
      ctx.fillRect(0, 0, ...footprint.bbox.size);
      ctx.globalAlpha = 1;
      ctx.strokeStyle = padColor;
      ctx.strokeRect(0, 0, ...footprint.bbox.size);
      ctx.restore();
    }
  }
  // draw drawings
  for (var drawing of footprint.drawings) {
    if (drawing.layer == layer) {
      drawDrawing(ctx, scalefactor, drawing.drawing, padColor);
    }
  }
  // draw pads
  if (settings.renderPads) {
    for (var pad of footprint.pads) {
      if (pad.layers.includes(layer)) {
        drawPad(ctx, pad, padColor, outline);
        if (pad.pin1 && settings.highlightpin1) {
          drawPad(ctx, pad, outlineColor, true);
        }
      }
    }
    for (var pad of footprint.pads) {
      drawPadHole(ctx, pad, padHoleColor);
    }
  }
}

function drawEdgeCuts(canvas, scalefactor) {
  var ctx = canvas.getContext("2d");
  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
  for (var edge of pcbdata.edges) {
    drawedge(ctx, scalefactor, edge, edgecolor);
  }
}

function drawFootprints(canvas, layer, scalefactor, highlight) {
  var ctx = canvas.getContext("2d");
  ctx.lineWidth = 3 / scalefactor;
  var style = getComputedStyle(topmostdiv);
  var padColor = style.getPropertyValue('--pad-color');
  var padHoleColor = style.getPropertyValue('--pad-hole-color');
  var outlineColor = style.getPropertyValue('--pin1-outline-color');
  if (highlight) {
    padColor = style.getPropertyValue('--pad-color-highlight');
    outlineColor = style.getPropertyValue('--pin1-outline-color-highlight');
  }
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var mod = pcbdata.footprints[i];
    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
    if (!highlight || highlightedFootprints.includes(i)) {
      drawFootprint(ctx, layer, scalefactor, mod, padColor, padHoleColor, outlineColor, highlight, outline);
    }
  }
}

function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
  var ctx = canvas.getContext("2d");
  for (var d of pcbdata.drawings[layername][layer]) {
    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
      drawedge(ctx, scalefactor, d, edgeColor);
    } else if (d.type == "polygon") {
      drawPolygonShape(ctx, d, polygonColor);
    } else {
      drawText(ctx, d, textColor);
    }
  }
}

function drawTracks(canvas, layer, color, highlight) {
  ctx = canvas.getContext("2d");
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  for(var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    ctx.lineWidth = track.width;
    ctx.beginPath();
    if ('radius' in track) {
      ctx.arc(
          ...track.center,
          track.radius,
          deg2rad(track.startangle),
          deg2rad(track.endangle));
    } else {
      ctx.moveTo(...track.start);
      ctx.lineTo(...track.end);
    }
    ctx.stroke();
  }
}

function drawZones(canvas, layer, color, highlight) {
  ctx = canvas.getContext("2d");
  ctx.strokeStyle = color;
  ctx.fillStyle = color;
  ctx.lineJoin = "round";
  for(var zone of pcbdata.zones[layer]) {
    if (!zone.path2d) {
      zone.path2d = getPolygonsPath(zone);
    }
    if (highlight && highlightedNet != zone.net) continue;
    ctx.fill(zone.path2d);
    if (zone.width > 0) {
      ctx.lineWidth = zone.width;
      ctx.stroke(zone.path2d);
    }
  }
}

function clearCanvas(canvas, color = null) {
  var ctx = canvas.getContext("2d");
  ctx.save();
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  if (color) {
    ctx.fillStyle = color;
    ctx.fillRect(0, 0, canvas.width, canvas.height);
  } else {
    ctx.clearRect(0, 0, canvas.width, canvas.height);
  }
  ctx.restore();
}

function drawNets(canvas, layer, highlight) {
  var style = getComputedStyle(topmostdiv);
  if (settings.renderTracks) {
    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
    drawTracks(canvas, layer, trackColor, highlight);
  }
  if (settings.renderZones) {
    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
    drawZones(canvas, layer, zoneColor, highlight);
  }
  if (highlight && settings.renderPads) {
    var padColor = style.getPropertyValue('--pad-color-highlight');
    var padHoleColor = style.getPropertyValue('--pad-hole-color');
    var ctx = canvas.getContext("2d");
    for (var footprint of pcbdata.footprints) {
      // draw pads
      var padDrawn = false;
      for (var pad of footprint.pads) {
        if (highlightedNet != pad.net) continue;
        if (pad.layers.includes(layer)) {
          drawPad(ctx, pad, padColor, false);
          padDrawn = true;
        }
      }
      if (padDrawn) {
        // redraw all pad holes because some pads may overlap
        for (var pad of footprint.pads) {
          drawPadHole(ctx, pad, padHoleColor);
        }
      }
    }
  }
}

function drawHighlightsOnLayer(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.highlight);
  }
  if (highlightedFootprints.length > 0) {
    drawFootprints(canvasdict.highlight, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom, true);
  }
  if (highlightedNet !== null) {
    drawNets(canvasdict.highlight, canvasdict.layer, true);
  }
}

function drawHighlights() {
  drawHighlightsOnLayer(allcanvas.front);
  drawHighlightsOnLayer(allcanvas.back);
}

function drawBackground(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.bg);
    clearCanvas(canvasdict.fab);
    clearCanvas(canvasdict.silk);
  }

  drawNets(canvasdict.bg, canvasdict.layer, false);
  drawFootprints(canvasdict.bg, canvasdict.layer,
    canvasdict.transform.s * canvasdict.transform.zoom, false);

  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s);

  var style = getComputedStyle(topmostdiv);
  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
  var textColor = style.getPropertyValue('--silkscreen-text-color');
  if (settings.renderSilkscreen) {
    drawBgLayer(
      "silkscreen", canvasdict.silk, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
  edgeColor = style.getPropertyValue('--fabrication-edge-color');
  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
  textColor = style.getPropertyValue('--fabrication-text-color');
  if (settings.renderFabrication) {
    drawBgLayer(
      "fabrication", canvasdict.fab, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
}

function prepareCanvas(canvas, flip, transform) {
  var ctx = canvas.getContext("2d");
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  var fontsize = 1.55;
  ctx.scale(transform.zoom, transform.zoom);
  ctx.translate(transform.panx, transform.pany);
  if (flip) {
    ctx.scale(-1, 1);
  }
  ctx.translate(transform.x, transform.y);
  ctx.rotate(deg2rad(settings.boardRotation));
  ctx.scale(transform.s, transform.s);
}

function prepareLayer(canvasdict) {
  var flip = (canvasdict.layer == "B");
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
  }
}

function rotateVector(v, angle) {
  angle = deg2rad(angle);
  return [
    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
  ];
}

function applyRotation(bbox) {
  var corners = [
    [bbox.minx, bbox.miny],
    [bbox.minx, bbox.maxy],
    [bbox.maxx, bbox.miny],
    [bbox.maxx, bbox.maxy],
  ];
  corners = corners.map((v) => rotateVector(v, settings.boardRotation));
  return {
    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
  }
}

function recalcLayerScale(layerdict, width, height) {
  var bbox = applyRotation(pcbdata.edges_bbox);
  var scalefactor = 0.98 * Math.min(
    width / (bbox.maxx - bbox.minx),
    height / (bbox.maxy - bbox.miny)
  );
  if (scalefactor < 0.1) {
    scalefactor = 1;
  }
  layerdict.transform.s = scalefactor;
  var flip = (layerdict.layer == "B");
  if (flip) {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
  } else {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
  }
  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    canvas = layerdict[c];
    canvas.width = width;
    canvas.height = height;
    canvas.style.width = (width / devicePixelRatio) + "px";
    canvas.style.height = (height / devicePixelRatio) + "px";
  }
}

function redrawCanvas(layerdict) {
  prepareLayer(layerdict);
  drawBackground(layerdict);
  drawHighlightsOnLayer(layerdict);
}

function resizeCanvas(layerdict) {
  var canvasdivid = {
    "F": "frontcanvas",
    "B": "backcanvas"
  } [layerdict.layer];
  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
  recalcLayerScale(layerdict, width, height);
  redrawCanvas(layerdict);
}

function resizeAll() {
  resizeCanvas(allcanvas.front);
  resizeCanvas(allcanvas.back);
}

function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
  var A = x - x1;
  var B = y - y1;
  var C = x2 - x1;
  var D = y2 - y1;

  var dot = A * C + B * D;
  var len_sq = C * C + D * D;
  var dx, dy;
  if (len_sq == 0) {
    // start and end of the segment coincide
    dx = x - x1;
    dy = y - y1;
  } else {
    var param = dot / len_sq;
    var xx, yy;
    if (param < 0) {
      xx = x1;
      yy = y1;
    } else if (param > 1) {
      xx = x2;
      yy = y2;
    } else {
      xx = x1 + param * C;
      yy = y1 + param * D;
    }
    dx = x - xx;
    dy = y - yy;
  }
  return dx * dx + dy * dy <= d * d;
}

function modulo(n, mod) {
  return ((n % mod) + mod ) % mod;
}

function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
  var dx = x - xc;
  var dy = y - yc;
  var r_sq = dx * dx + dy * dy;
  var rmin = Math.max(0, radius-d);
  var rmax = radius + d;

  if (r_sq < rmin * rmin || r_sq > rmax * rmax)
    return false;

  var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
  var dx1 = xc + radius * Math.cos(angle1) - x;
  var dy1 = yc + radius * Math.sin(angle1) - y;
  if (dx1 * dx1 + dy1 * dy1 <= d * d)
    return true;

  var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
  var dx2 = xc + radius * Math.cos(angle2) - x;
  var dy2 = yc + radius * Math.sin(angle2) - y;
  if (dx2 * dx2 + dy2 * dy2 <= d * d)
    return true;

  var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
  if (angle1 > angle2)
    return (angle >= angle2 || angle <= angle1);
  else
    return (angle >= angle1 && angle <= angle2);
}

function pointWithinPad(x, y, pad) {
  var v = [x - pad.pos[0], y - pad.pos[1]];
  v = rotateVector(v, -pad.angle);
  if (pad.offset) {
    v[0] -= pad.offset[0];
    v[1] -= pad.offset[1];
  }
  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
}

function netHitScan(layer, x, y) {
  // Check track segments
  if (settings.renderTracks && pcbdata.tracks) {
    for(var track of pcbdata.tracks[layer]) {
      if ('radius' in track) {
        if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
          return track.net;
        }
      } else {
        if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
          return track.net;
        }
      }
    }
  }
  // Check pads
  if (settings.renderPads) {
    for (var footprint of pcbdata.footprints) {
      for(var pad of footprint.pads) {
        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
          return pad.net;
        }
      }
    }
  }
  return null;
}

function pointWithinFootprintBbox(x, y, bbox) {
  var v = [x - bbox.pos[0], y - bbox.pos[1]];
  v = rotateVector(v, bbox.angle);
  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
         bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
}

function bboxHitScan(layer, x, y) {
  var result = [];
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var footprint = pcbdata.footprints[i];
    if (footprint.layer == layer) {
      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
        result.push(i);
      }
    }
  }
  return result;
}

function handlePointerDown(e, layerdict) {
  if (e.button != 0 && e.button != 1) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  layerdict.pointerStates[e.pointerId] = {
    distanceTravelled: 0,
    lastX: e.offsetX,
    lastY: e.offsetY,
    downTime: Date.now(),
  };
}

function handleMouseClick(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var x = e.offsetX;
  var y = e.offsetY;
  var t = layerdict.transform;
  if (layerdict.layer == "B") {
    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
  } else {
    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
  }
  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
  var v = rotateVector([x, y], -settings.boardRotation);
  if ("nets" in pcbdata) {
    var net = netHitScan(layerdict.layer, ...v);
    if (net !== highlightedNet) {
      netClicked(net);
    }
  }
  if (highlightedNet === null) {
    var footprints = bboxHitScan(layerdict.layer, ...v);
    if (footprints.length > 0) {
      footprintsClicked(footprints);
    }
  }
}

function handlePointerLeave(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();

  if (!settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }

  delete layerdict.pointerStates[e.pointerId];
}

function resetTransform(layerdict) {
  layerdict.transform.panx = 0;
  layerdict.transform.pany = 0;
  layerdict.transform.zoom = 1;
  redrawCanvas(layerdict);
}

function handlePointerUp(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  e.preventDefault();
  e.stopPropagation();

  if (e.button == 2) {
    // Reset pan and zoom on right click.
    resetTransform(layerdict);
    layerdict.anotherPointerTapped = false;
    return;
  }

  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
  var ptr = layerdict.pointerStates[e.pointerId];
  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);

  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
    if (Object.keys(layerdict.pointerStates).length == 1) {
      if (layerdict.anotherPointerTapped) {
        // This is the second pointer coming off of a two-finger tap
        resetTransform(layerdict);
      } else {
        // This is just a regular tap
        handleMouseClick(e, layerdict);
      }
      layerdict.anotherPointerTapped = false;
    } else {
      // This is the first finger coming off of what could become a two-finger tap
      layerdict.anotherPointerTapped = true;
    }
  } else {
    if (!settings.redrawOnDrag) {
      redrawCanvas(layerdict);
    }
    layerdict.anotherPointerTapped = false;
  }

  delete layerdict.pointerStates[e.pointerId];
}

function handlePointerMove(e, layerdict) {
  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var thisPtr = layerdict.pointerStates[e.pointerId];

  var dx = e.offsetX - thisPtr.lastX;
  var dy = e.offsetY - thisPtr.lastY;

  // If this number is low on pointer up, we count the action as a click
  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);

  if (Object.keys(layerdict.pointerStates).length == 1) {
    // This is a simple drag
    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
  } else if (Object.keys(layerdict.pointerStates).length == 2) {
    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];

    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2)     + Math.pow(e.offsetY - otherPtr.lastY, 2));

    var scaleFactor = newDist/oldDist;

    if (scaleFactor != NaN) {
      layerdict.transform.zoom *= scaleFactor;

      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
    }
  }

  thisPtr.lastX = e.offsetX;
  thisPtr.lastY = e.offsetY;

  if (settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }
}

function handleMouseWheel(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();
  var t = layerdict.transform;
  var wheeldelta = e.deltaY;
  if (e.deltaMode == 1) {
    // FF only, scroll by lines
    wheeldelta *= 30;
  } else if (e.deltaMode == 2) {
    wheeldelta *= 300;
  }
  var m = Math.pow(1.1, -wheeldelta / 40);
  // Limit amount of zoom per tick.
  if (m > 2) {
    m = 2;
  } else if (m < 0.5) {
    m = 0.5;
  }
  t.zoom *= m;
  var zoomd = (1 - m) / t.zoom;
  t.panx += devicePixelRatio * e.offsetX * zoomd;
  t.pany += devicePixelRatio * e.offsetY * zoomd;
  redrawCanvas(layerdict);
}

function addMouseHandlers(div, layerdict) {
  div.addEventListener("pointerdown", function(e) {
    handlePointerDown(e, layerdict);
  });
  div.addEventListener("pointermove", function(e) {
    handlePointerMove(e, layerdict);
  });
  div.addEventListener("pointerup", function(e) {
    handlePointerUp(e, layerdict);
  });
  var pointerleave = function(e) {
    handlePointerLeave(e, layerdict);
  }
  div.addEventListener("pointercancel", pointerleave);
  div.addEventListener("pointerleave", pointerleave);
  div.addEventListener("pointerout", pointerleave);

  div.onwheel = function(e) {
    handleMouseWheel(e, layerdict);
  }
  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
    element.addEventListener("contextmenu", function(e) {
      e.preventDefault();
    }, false);
  }
}

function setRedrawOnDrag(value) {
  settings.redrawOnDrag = value;
  writeStorage("redrawOnDrag", value);
}

function setBoardRotation(value) {
  settings.boardRotation = value * 5;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  resizeAll();
}

function initRender() {
  allcanvas = {
    front: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("F_bg"),
      fab: document.getElementById("F_fab"),
      silk: document.getElementById("F_slk"),
      highlight: document.getElementById("F_hl"),
      layer: "F",
    },
    back: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("B_bg"),
      fab: document.getElementById("B_fab"),
      silk: document.getElementById("B_slk"),
      highlight: document.getElementById("B_hl"),
      layer: "B",
    }
  };
  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/*
 * Table reordering via Drag'n'Drop
 * Inspired by: https://htmldom.dev/drag-and-drop-table-column
 */

function setBomHandlers() {

    const bom = document.getElementById('bomtable');

    let dragName;
    let placeHolderElements;
    let draggingElement;
    let forcePopulation;
    let xOffset;
    let yOffset;
    let wasDragged;

    const mouseUpHandler = function(e) {
        // Delete dragging element
        draggingElement.remove();

        // Make BOM selectable again
        bom.style.removeProperty("userSelect");

        // Remove listeners
        document.removeEventListener('mousemove', mouseMoveHandler);
        document.removeEventListener('mouseup', mouseUpHandler);

        if(wasDragged) {
            // Redraw whole BOM
            populateBomTable();
        } else {
            // The element wasn't dragged -> simulate click
            e.target.click();
        }

    }

    const mouseMoveHandler = function(e) {
        // Notice the dragging
        wasDragged = true;

        // Make the dragged element visible
        draggingElement.style.removeProperty("display");

        // Set elements position to mouse position
        draggingElement.style.left = `${e.screenX - xOffset}px`;
        draggingElement.style.top = `${e.screenY - yOffset}px`;

        // Forced redrawing of BOM table
        if(forcePopulation) {
            forcePopulation = false;
            // Copy array
            phe = Array.from(placeHolderElements);
            // populate BOM table again
            populateBomHeader(dragName, phe);
            populateBomBody(dragName, phe);
        }

        // Set up array of hidden columns
        var hiddenColumns = Array.from(settings.hiddenColumns);
        // In the ungrouped mode, quantities don't exist
        if(settings.bommode === "ungrouped")
            hiddenColumns.push("quantities");
        // If no checkbox fields can be found, we consider them hidden
        if(settings.checkboxes.length == 0)
            hiddenColumns.push("checkboxes");

        // Get table headers and group them into checkboxes, extrafields and normal headers
        const bh = document.getElementById("bomhead");
        headers = Array.from(bh.querySelectorAll("th"))
        headers.shift() // numCol is not part of the columnOrder
        headerGroups = []
        lastCompoundClass = null;
        for(i = 0; i < settings.columnOrder.length; i++) {
            cElem = settings.columnOrder[i];
            if(hiddenColumns.includes(cElem)) {
                // Hidden columns appear as a dummy element
                headerGroups.push([]);
                continue;
            }
            elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
            if(elem.classList.contains("bom-checkbox")) {
                if(lastCompoundClass === "bom-checkbox") {
                    cbGroup = headerGroups.pop();
                    cbGroup.push(elem);
                    headerGroups.push(cbGroup);
                } else {
                    lastCompoundClass = "bom-checkbox";
                    headerGroups.push([elem])
                }
            } else {
                headerGroups.push([elem])
            }
        }

        // Copy settings.columnOrder
        var columns = Array.from(settings.columnOrder)

        // Set up array with indices of hidden columns
        var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
        var dragIndex = columns.indexOf(dragName);
        var swapIndex = dragIndex;
        var swapDone = false;

        // Check if the current dragged element is swapable with the left or right element
        if(dragIndex > 0) {
            // Get left headers boundingbox
            swapIndex = dragIndex - 1;
            while(hiddenIndices.includes(swapIndex) && swapIndex > 0)
                swapIndex--;
            if(!hiddenIndices.includes(swapIndex)) {
                box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
                if(e.clientX < box.left + window.scrollX + (box.width / 2)) {
                    swapElement = columns[dragIndex];
                    columns.splice(dragIndex, 1);
                    columns.splice(swapIndex, 0, swapElement);
                    forcePopulation = true;
                    swapDone = true;
                }
            }
        }
        if((!swapDone) && dragIndex < headerGroups.length - 1) {
            // Get right headers boundingbox
            swapIndex = dragIndex + 1;
            while(hiddenIndices.includes(swapIndex))
                swapIndex++;
            if(swapIndex < headerGroups.length) {
                box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
                if(e.clientX > box.left + window.scrollX + (box.width / 2)) {
                    swapElement = columns[dragIndex];
                    columns.splice(dragIndex, 1);
                    columns.splice(swapIndex, 0, swapElement);
                    forcePopulation = true;
                    swapDone = true;
                }
            }
        }

        // Write back change to storage
        if(swapDone) {
            settings.columnOrder = columns
            writeStorage("columnOrder", JSON.stringify(columns));
        }

    }

    const mouseDownHandler = function(e) {
        // The sortmark shouldn't be draggable
        if(e.target.classList.contains("sortmark"))
            return;

        // Used to check if a dragging has ever happened
        wasDragged = false;

        // Create new element which will be displayed as the dragged column
        draggingElement = document.createElement("div")
        draggingElement.classList.add("dragging");
        draggingElement.style.display = "none";
        draggingElement.style.position = "absolute";

        // Get bomhead and bombody elements
        const bh = document.getElementById("bomhead");
        const bb = document.getElementById("bombody");

        // Get all compound headers for the current column
        var compoundHeaders;
        if(e.target.classList.contains("bom-checkbox")) {
            compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
        } else {
            compoundHeaders = [e.target];
        }

        // Create new table which will display the column
        var newTable = document.createElement("table");
        newTable.classList.add("bom");
        newTable.style.background = "white";
        draggingElement.append(newTable);

        // Create new header element
        var newHeader = document.createElement("thead");
        newTable.append(newHeader);

        // Set up array for storing all placeholder elements
        placeHolderElements = [];

        // Add all compound headers to the new thead element and placeholders
        compoundHeaders.forEach(function(h) {
            clone = cloneElementWithDimensions(h);
            newHeader.append(clone);
            placeHolderElements.push(clone);
        });

        // Create new body element
        var newBody = document.createElement("tbody");
        newTable.append(newBody);

        // Get indices for compound headers
        var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));

        // For each row in the BOM body...
        var rows = bb.querySelectorAll("tr");
        rows.forEach(function(row) {
            // ..get the cells for the compound column
            const tds = row.querySelectorAll("td");
            var copytds = idxs.map(i => tds[i]);
            // Add them to the new element and the placeholders
            var newRow = document.createElement("tr");
            copytds.forEach(function(td) {
                clone = cloneElementWithDimensions(td);
                newRow.append(clone);
                placeHolderElements.push(clone);
            });
            newBody.append(newRow);
        });

        // Compute width for compound header
        var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
        draggingElement.style.width = `${width}px`;

        // Insert the new dragging element and disable selection on BOM
        bom.insertBefore(draggingElement, null);
        bom.style.userSelect = "none";

        // Determine the mouse position offset
        xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
        yOffset = e.screenY - compoundHeaders[0].offsetTop;

        // Get name for the column in settings.columnOrder
        dragName = getColumnOrderName(e.target);

        // Change text and class for placeholder elements
        placeHolderElements = placeHolderElements.map(function(e) {
            newElem = cloneElementWithDimensions(e);
            newElem.textContent = "";
            newElem.classList.add("placeholder");
            return newElem;
        });

        // On next mouse move, the whole BOM needs to be redrawn to show the placeholders
        forcePopulation = true;
    
        // Add listeners for move and up on mouse
        document.addEventListener('mousemove', mouseMoveHandler);
        document.addEventListener('mouseup', mouseUpHandler);
    }

    // In netlist mode, there is nothing to reorder
    if(settings.bommode === "netlist")
        return;

    // Add mouseDownHandler to every column except the numCol
    bom.querySelectorAll("th").forEach(function(head) {
        if(!head.classList.contains("numCol")) {
            head.onmousedown = mouseDownHandler;
        }
    });

}

function getBoundingClientRectFromMultiple(elements) {
    var elems = Array.from(elements);

    if (elems.length == 0)
        return null;

    var box = elems.shift().getBoundingClientRect();

    elems.forEach(function(elem) {
        var elembox = elem.getBoundingClientRect();
        box.left = Math.min(elembox.left, box.left);
        box.top = Math.min(elembox.top, box.top);
        box.width += elembox.width;
        box.height = Math.max(elembox.height, box.height);
    });

    return box;
}

function cloneElementWithDimensions(elem) {
    var newElem = elem.cloneNode(true);
    newElem.style.height = window.getComputedStyle(elem).height;
    newElem.style.width = window.getComputedStyle(elem).width;
    return newElem;
}

function getBomTableHeaderIndex(elem) {
    const bh = document.getElementById('bomhead');
    const ths = Array.from(bh.querySelectorAll("th"));
    return ths.indexOf(elem);
}

function getColumnOrderName(elem) {
    var cname = elem.getAttribute("col_name");
    if(cname === "bom-checkbox")
        return "checkboxes";
    else
        return cname;
}
///////////////////////////////////////////////

///////////////////////////////////////////////
/* DOM manipulation and misc code */

var bomsplit;
var canvassplit;
var initDone = false;
var bomSortFunction = null;
var currentSortColumn = null;
var currentSortOrder = null;
var currentHighlightedRowId;
var highlightHandlers = [];
var footprintIndexToHandler = {};
var netsToHandler = {};
var highlightedFootprints = [];
var highlightedNet = null;
var lastClicked;

function dbg(html) {
  dbgdiv.innerHTML = html;
}

function redrawIfInitDone() {
  if (initDone) {
    redrawCanvas(allcanvas.front);
    redrawCanvas(allcanvas.back);
  }
}

function padsVisible(value) {
  writeStorage("padsVisible", value);
  settings.renderPads = value;
  redrawIfInitDone();
}

function referencesVisible(value) {
  writeStorage("referencesVisible", value);
  settings.renderReferences = value;
  redrawIfInitDone();
}

function valuesVisible(value) {
  writeStorage("valuesVisible", value);
  settings.renderValues = value;
  redrawIfInitDone();
}

function tracksVisible(value) {
  writeStorage("tracksVisible", value);
  settings.renderTracks = value;
  redrawIfInitDone();
}

function zonesVisible(value) {
  writeStorage("zonesVisible", value);
  settings.renderZones = value;
  redrawIfInitDone();
}

function dnpOutline(value) {
  writeStorage("dnpOutline", value);
  settings.renderDnpOutline = value;
  redrawIfInitDone();
}

function setDarkMode(value) {
  if (value) {
    topmostdiv.classList.add("dark");
  } else {
    topmostdiv.classList.remove("dark");
  }
  writeStorage("darkmode", value);
  settings.darkMode = value;
  redrawIfInitDone();
}

function setShowBOMColumn(field, value) {
  if(field === "references") {
    var rl = document.getElementById("reflookup");
    rl.disabled = !value;
    if(!value) {
      rl.value = "";
      updateRefLookup("");
    }
  }

  var n = settings.hiddenColumns.indexOf(field);
  if(value) {
    if(n != -1) {
      settings.hiddenColumns.splice(n, 1);
    }
  } else {
    if(n == -1) {
      settings.hiddenColumns.push(field);
    }
  }

  writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));
  
  if (initDone) {
    populateBomTable();
  }

  redrawIfInitDone();
}


function setFullscreen(value) {
  if (value) {
    document.documentElement.requestFullscreen();
  } else {
    document.exitFullscreen();
  }
}

function fabricationVisible(value) {
  writeStorage("fabricationVisible", value);
  settings.renderFabrication = value;
  redrawIfInitDone();
}

function silkscreenVisible(value) {
  writeStorage("silkscreenVisible", value);
  settings.renderSilkscreen = value;
  redrawIfInitDone();
}

function setHighlightPin1(value) {
  writeStorage("highlightpin1", value);
  settings.highlightpin1 = value;
  redrawIfInitDone();
}

function getStoredCheckboxRefs(checkbox) {
  function convert(ref) {
    var intref = parseInt(ref);
    if (isNaN(intref)) {
      for (var i = 0; i < pcbdata.footprints.length; i++) {
        if (pcbdata.footprints[i].ref == ref) {
          return i;
        }
      }
      return -1;
    } else {
      return intref;
    }
  }
  if (!(checkbox in settings.checkboxStoredRefs)) {
    var val = readStorage("checkbox_" + checkbox);
    settings.checkboxStoredRefs[checkbox] = val ? val : "";
  }
  if (!settings.checkboxStoredRefs[checkbox]) {
    return new Set();
  } else {
    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
  }
}

function getCheckboxState(checkbox, references) {
  var storedRefsSet = getStoredCheckboxRefs(checkbox);
  var currentRefsSet = new Set(references.map(r => r[1]));
  // Get difference of current - stored
  var difference = new Set(currentRefsSet);
  for (ref of storedRefsSet) {
    difference.delete(ref);
  }
  if (difference.size == 0) {
    // All the current refs are stored
    return "checked";
  } else if (difference.size == currentRefsSet.size) {
    // None of the current refs are stored
    return "unchecked";
  } else {
    // Some of the refs are stored
    return "indeterminate";
  }
}

function setBomCheckboxState(checkbox, element, references) {
  var state = getCheckboxState(checkbox, references);
  element.checked = (state == "checked");
  element.indeterminate = (state == "indeterminate");
}

function createCheckboxChangeHandler(checkbox, references, row) {
  return function() {
    refsSet = getStoredCheckboxRefs(checkbox);
    var darkenWhenChecked = settings.darkenWhenChecked == checkbox;
    eventArgs = {
      checkbox: checkbox,
      refs: references,
    }
    if (this.checked) {
      // checkbox ticked
      for (var ref of references) {
        refsSet.add(ref[1]);
      }
      if (darkenWhenChecked) {
        row.classList.add("checked");
      }
      eventArgs.state = 'checked';
    } else {
      // checkbox unticked
      for (var ref of references) {
        refsSet.delete(ref[1]);
      }
      if (darkenWhenChecked) {
        row.classList.remove("checked");
      }
      eventArgs.state = 'unchecked';
    }
    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    updateCheckboxStats(checkbox);
    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
  }
}

function clearHighlightedFootprints() {
  if (currentHighlightedRowId) {
    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    currentHighlightedRowId = null;
    highlightedFootprints = [];
    highlightedNet = null;
  }
}

function createRowHighlightHandler(rowid, refs, net) {
  return function() {
    if (currentHighlightedRowId) {
      if (currentHighlightedRowId == rowid) {
        return;
      }
      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    }
    document.getElementById(rowid).classList.add("highlighted");
    currentHighlightedRowId = rowid;
    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
    highlightedNet = net;
    drawHighlights();
    EventHandler.emitEvent(
      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT,
      {
        rowid: rowid,
        refs: refs,
        net: net
      });
  }
}

function entryMatches(entry) {
  if (settings.bommode == "netlist") {
    // entry is just a net name
    return entry.toLowerCase().indexOf(filter) >= 0;
  }
  // check refs
  if(!settings.hiddenColumns.includes("references")) {
    for (var ref of entry[3]) {
      if (ref[0].toLowerCase().indexOf(filter) >= 0) {
        return true;
      }
    }
  }
  // check extra fields
  if(!settings.hiddenColumns.includes("extrafields")) {
    for (var i in config.extra_fields) {
      if (entry[4][i].toLowerCase().indexOf(filter) >= 0) {
        return true;
      }
    }
  }
  // check value
  if(!settings.hiddenColumns.includes("value")) {
    if (entry[1].toLowerCase().indexOf(filter) >= 0) {
      return true;
    }
  }
  // check footprint
  if(!settings.hiddenColumns.includes("footprint")) {
    if (entry[2].toLowerCase().indexOf(filter) >= 0) {
      return true;
    }
  }
  return false;
}

function findRefInEntry(entry) {
  return entry[3].filter(r => r[0].toLowerCase() == reflookup);
}

function highlightFilter(s) {
  if (!filter) {
    return s;
  }
  var parts = s.toLowerCase().split(filter);
  if (parts.length == 1) {
    return s;
  }
  var r = "";
  var pos = 0;
  for (var i in parts) {
    if (i > 0) {
      r += '<mark class="highlight">' +
        s.substring(pos, pos + filter.length) +
        '</mark>';
      pos += filter.length;
    }
    r += s.substring(pos, pos + parts[i].length);
    pos += parts[i].length;
  }
  return r;
}

function checkboxSetUnsetAllHandler(checkboxname) {
  return function() {
    var checkboxnum = 0;
    while (checkboxnum < settings.checkboxes.length &&
      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
      checkboxnum++;
    }
    if (checkboxnum >= settings.checkboxes.length) {
      return;
    }
    var allset = true;
    var checkbox;
    var row;
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      if (!checkbox.checked || checkbox.indeterminate) {
        allset = false;
        break;
      }
    }
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      checkbox.checked = !allset;
      checkbox.indeterminate = false;
      checkbox.onchange();
    }
  }
}

function createColumnHeader(name, cls, comparator) {
  var th = document.createElement("TH");
  th.innerHTML = name;
  th.classList.add(cls);
  th.setAttribute("col_name", cls);
  th.style.cursor = "pointer";
  var span = document.createElement("SPAN");
  span.classList.add("sortmark");
  span.classList.add("none");
  th.appendChild(span);
  th.onclick = function() {
    if (currentSortColumn && this !== currentSortColumn) {
      // Currently sorted by another column
      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
      currentSortColumn.childNodes[1].classList.add("none");
      currentSortColumn = null;
      currentSortOrder = null;
    }
    if (currentSortColumn && this === currentSortColumn) {
      // Already sorted by this column
      if (currentSortOrder == "asc") {
        // Sort by this column, descending order
        bomSortFunction = function(a, b) {
          return -comparator(a, b);
        }
        currentSortColumn.childNodes[1].classList.remove("asc");
        currentSortColumn.childNodes[1].classList.add("desc");
        currentSortOrder = "desc";
      } else {
        // Unsort
        bomSortFunction = null;
        currentSortColumn.childNodes[1].classList.remove("desc");
        currentSortColumn.childNodes[1].classList.add("none");
        currentSortColumn = null;
        currentSortOrder = null;
      }
    } else {
      // Sort by this column, ascending order
      bomSortFunction = comparator;
      currentSortColumn = this;
      currentSortColumn.childNodes[1].classList.remove("none");
      currentSortColumn.childNodes[1].classList.add("asc");
      currentSortOrder = "asc";
    }
    populateBomBody();
  }
  return th;
}

function populateBomHeader(placeHolderColumn=null, placeHolderElements=null) {
  while (bomhead.firstChild) {
    bomhead.removeChild(bomhead.firstChild);
  }
  var tr = document.createElement("TR");
  var th = document.createElement("TH");
  th.classList.add("numCol");

  var vismenu = document.createElement("div");
  vismenu.id = "vismenu";
  vismenu.classList.add("menu");
  
  var visbutton = document.createElement("div");
  visbutton.classList.add("visbtn");
  visbutton.classList.add("hideonprint");

  var viscontent = document.createElement("div");
  viscontent.classList.add("menu-content");
  viscontent.id = "vismenu-content";

  settings.columnOrder.forEach(column => {
    if(typeof column !== "string")
      return;

    // Skip empty columns
    if(column === "extrafields" && config.extra_fields.length == 0)
      return;
    else if(column === "checkboxes" && settings.checkboxes.length == 0)
      return;
    else if(column === "quantities" && settings.bommode == "ungrouped")
      return;

    var label = document.createElement("label");
    label.classList.add("menu-label");

    var input = document.createElement("input");
    input.classList.add("visibility_checkbox");
    input.type = "checkbox";
    input.onchange = function(e) { setShowBOMColumn(column, e.target.checked) };
    input.checked = !(settings.hiddenColumns.includes(column));
    
    label.appendChild(input);
    if(column.length > 0)
      label.append(column[0].toUpperCase() + column.slice(1));

    viscontent.appendChild(label);
  });

  viscontent.childNodes[0].classList.add("menu-label-top");

  vismenu.appendChild(visbutton);
  if (settings.bommode != "netlist")
    vismenu.appendChild(viscontent);
  th.appendChild(vismenu)
  tr.appendChild(th);
  
  var checkboxCompareClosure = function(checkbox) {
    return (a, b) => {
      var stateA = getCheckboxState(checkbox, a[3]);
      var stateB = getCheckboxState(checkbox, b[3]);
      if (stateA > stateB) return -1;
      if (stateA < stateB) return 1;
      return 0;
    }
  }
  if (settings.bommode == "netlist") {
    th = createColumnHeader("Net name", "bom-netname", (a, b) => {
      if (a > b) return -1;
      if (a < b) return 1;
      return 0;
    });
    tr.appendChild(th);
  } else {
    // Filter hidden columns
    var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
    columns.forEach(function(column) {
      if(column === placeHolderColumn) {
        var n = 1;
        if(column === "checkboxes")
          n = settings.checkboxes.length;
        else if (column === "extrafields")
          n = config.extra_fields.length;

        for(i = 0; i < n; i++) {
          td = placeHolderElements.shift();
          tr.appendChild(td);
        }
        return;
      }
      if(column === "checkboxes") {
        for (var checkbox of settings.checkboxes) {
          th = createColumnHeader(
            checkbox, "bom-checkbox", checkboxCompareClosure(checkbox));
          th.onclick = fancyDblClickHandler(
            th, th.onclick.bind(th), checkboxSetUnsetAllHandler(checkbox));
          tr.appendChild(th);
        }
      }
      if(column === "references") {
        tr.appendChild(createColumnHeader("References", "references", (a, b) => {
          var i = 0;
          while (i < a[3].length && i < b[3].length) {
            if (a[3][i] != b[3][i]) return a[3][i] > b[3][i] ? 1 : -1;
            i++;
          }
          return a[3].length - b[3].length;
        }));
      }
      if(column === "value") {
        tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
          return valueCompare(a[5], b[5], a[1], b[1]);
        }));
      }
      if(column === "footprint") {
          tr.appendChild(createColumnHeader("Footprint", "footprint", (a, b) => {
            if (a[2] != b[2]) return a[2] > b[2] ? 1 : -1;
            else return 0;
          }));
      }
      if (column === "quantities" && settings.bommode == "grouped") {
        tr.appendChild(createColumnHeader("Quantity", "quantities", (a, b) => {
          return a[3].length - b[3].length;
        }));
      }
      // Extra fields
      var extraFieldCompareClosure = function(fieldIndex) {
        return (a, b) => {
          var fa = a[4][fieldIndex];
          var fb = b[4][fieldIndex];
          if (fa != fb) return fa > fb ? 1 : -1;
          else return 0;
        }
      }
      var i = config.extra_fields.indexOf(column);
      if(i < 0)
        return;
      tr.appendChild(createColumnHeader(
        column, column, extraFieldCompareClosure(i)));
      
    });
  }
  bomhead.appendChild(tr);
}

function populateBomBody(placeholderColumn=null, placeHolderElements=null) {
  while (bom.firstChild) {
    bom.removeChild(bom.firstChild);
  }
  highlightHandlers = [];
  footprintIndexToHandler = {};
  netsToHandler = {};
  currentHighlightedRowId = null;
  var first = true;
  if (settings.bommode == "netlist") {
    bomtable = pcbdata.nets.slice();
  } else {
    switch (settings.canvaslayout) {
      case 'F':
        bomtable = pcbdata.bom.F.slice();
        break;
      case 'FB':
        bomtable = pcbdata.bom.both.slice();
        break;
      case 'B':
        bomtable = pcbdata.bom.B.slice();
        break;
    }
    if (settings.bommode == "ungrouped") {
      // expand bom table
      expandedTable = []
      for (var bomentry of bomtable) {
        for (var ref of bomentry[3]) {
          expandedTable.push([1, bomentry[1], bomentry[2], [ref], bomentry[4], bomentry[5]]);
        }
      }
      bomtable = expandedTable;
    }
  }
  if (bomSortFunction) {
    bomtable = bomtable.sort(bomSortFunction);
  }
  for (var i in bomtable) {
    var bomentry = bomtable[i];
    if (filter && !entryMatches(bomentry)) {
      continue;
    }
    var references = null;
    var netname = null;
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    var rownum = +i + 1;
    tr.id = "bomrow" + rownum;
    td.textContent = rownum;
    tr.appendChild(td);
    if (settings.bommode == "netlist") {
      netname = bomentry;
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
      tr.appendChild(td);
    } else {
      if (reflookup) {
        references = findRefInEntry(bomentry);
        if (references.length == 0) {
          continue;
        }
      } else {
        references = bomentry[3];
      }
      // Filter hidden columns
      var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
      columns.forEach(function(column) {
        if(column === placeholderColumn) {
          var n = 1;
          if(column === "checkboxes")
            n = settings.checkboxes.length;
          else if (column === "extrafields")
            n = config.extra_fields.length;
  
          for(i = 0; i < n; i++) {
            td = placeHolderElements.shift();
            tr.appendChild(td);
          }
          return;
        }
        // Checkboxes
        if(column === "checkboxes") {
          for (var checkbox of settings.checkboxes) {
            if (checkbox) {
              td = document.createElement("TD");
              var input = document.createElement("input");
              input.type = "checkbox";
              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
              setBomCheckboxState(checkbox, input, references);
              if (input.checked && settings.darkenWhenChecked == checkbox) {
                tr.classList.add("checked");
              }
              td.appendChild(input);
              tr.appendChild(td);
            }
          }
        }
        // References
        if(column === "references") {
          td = document.createElement("TD");
          td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
          tr.appendChild(td);
        }
        // Value
        if(column === "value") {
          td = document.createElement("TD");
          td.innerHTML = highlightFilter(bomentry[1]);
          tr.appendChild(td);
        }
        // Footprint
        if(column === "footprint") {
            td = document.createElement("TD");
            td.innerHTML = highlightFilter(bomentry[2]);
            tr.appendChild(td);
        }
        if (column === "quantities" && settings.bommode == "grouped") {
          // Quantity
          td = document.createElement("TD");
          td.textContent = bomentry[3].length;
          tr.appendChild(td);
        }
        // Extra fields
        var i = config.extra_fields.indexOf(column)
        if(i < 0)
          return;
        td = document.createElement("TD");
        td.innerHTML = highlightFilter(bomentry[4][i]);
        tr.appendChild(td);
      });
    }
    bom.appendChild(tr);
    var handler = createRowHighlightHandler(tr.id, references, netname);
    tr.onmousemove = handler;
    highlightHandlers.push({
      id: tr.id,
      handler: handler,
    });
    if (references !== null) {
      for (var refIndex of references.map(r => r[1])) {
        footprintIndexToHandler[refIndex] = handler;
      }
    }
    if (netname !== null) {
      netsToHandler[netname] = handler;
    }
    if ((filter || reflookup) && first) {
      handler();
      first = false;
    }
  }
  EventHandler.emitEvent(
    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT,
    {
      filter: filter,
      reflookup: reflookup,
      checkboxes: settings.checkboxes,
      bommode: settings.bommode,
    });
}

function highlightPreviousRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[highlightHandlers.length - 1].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[0].id == currentHighlightedRowId) {
      highlightHandlers[highlightHandlers.length - 1].handler();
    } else {
      for (var i = 0; i < highlightHandlers.length - 1; i++) {
        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function highlightNextRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[0].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
      highlightHandlers[0].handler();
    } else {
      for (var i = 1; i < highlightHandlers.length; i++) {
        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function populateBomTable() {
  populateBomHeader();
  populateBomBody();
  setBomHandlers();
}

function footprintsClicked(footprintIndexes) {
  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
  for (var i = 1; i <= footprintIndexes.length; i++) {
    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
    if (refIndex in footprintIndexToHandler) {
      lastClicked = refIndex;
      footprintIndexToHandler[refIndex]();
      smoothScrollToRow(currentHighlightedRowId);
      break;
    }
  }
}

function netClicked(net) {
  if (net in netsToHandler) {
    netsToHandler[net]();
    smoothScrollToRow(currentHighlightedRowId);
  } else {
    clearHighlightedFootprints();
    highlightedNet = net;
    drawHighlights();
  }
}

function updateFilter(input) {
  filter = input.toLowerCase();
  populateBomTable();
}

function updateRefLookup(input) {
  reflookup = input.toLowerCase();
  populateBomTable();
}

function changeCanvasLayout(layout) {
  document.getElementById("fl-btn").classList.remove("depressed");
  document.getElementById("fb-btn").classList.remove("depressed");
  document.getElementById("bl-btn").classList.remove("depressed");
  switch (layout) {
    case 'F':
      document.getElementById("fl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(1);
      }
      break;
    case 'B':
      document.getElementById("bl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(0);
      }
      break;
    default:
      document.getElementById("fb-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.setSizes([50, 50]);
      }
  }
  settings.canvaslayout = layout;
  writeStorage("canvaslayout", layout);
  resizeAll();
  changeBomMode(settings.bommode);
}

function populateMetadata() {
  document.getElementById("title").innerHTML = pcbdata.metadata.title;
  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
  document.getElementById("company").innerHTML = pcbdata.metadata.company;
  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
  if (pcbdata.metadata.title != "") {
    document.title = pcbdata.metadata.title + " BOM";
  }
  // Calculate board stats
  var fp_f = 0, fp_b = 0, pads_f = 0, pads_b = 0, pads_th = 0;
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    if (pcbdata.bom.skipped.includes(i)) continue;
    var mod = pcbdata.footprints[i];
    if (mod.layer == "F") {
      fp_f++;
    } else {
      fp_b++;
    }
    for (var pad of mod.pads) {
      if (pad.type == "th") {
        pads_th++;
      } else {
        if (pad.layers.includes("F")) {
          pads_f++;
        }
        if (pad.layers.includes("B")) {
          pads_b++;
        }
      }
    }
  }
  document.getElementById("stats-components-front").innerHTML = fp_f;
  document.getElementById("stats-components-back").innerHTML = fp_b;
  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
  document.getElementById("stats-th-pads").innerHTML = pads_th;
  // Update version string
  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
}

function changeBomLayout(layout) {
  document.getElementById("bom-btn").classList.remove("depressed");
  document.getElementById("lr-btn").classList.remove("depressed");
  document.getElementById("tb-btn").classList.remove("depressed");
  switch (layout) {
    case 'bom-only':
      document.getElementById("bom-btn").classList.add("depressed");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      document.getElementById("frontcanvas").style.display = "none";
      document.getElementById("backcanvas").style.display = "none";
      document.getElementById("bot").style.height = "";
      break;
    case 'top-bottom':
      document.getElementById("tb-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("bot").style.height = "calc(100% - 80px)";
      document.getElementById("bomdiv").classList.remove("split-horizontal");
      document.getElementById("canvasdiv").classList.remove("split-horizontal");
      document.getElementById("frontcanvas").classList.add("split-horizontal");
      document.getElementById("backcanvas").classList.add("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        direction: "vertical",
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        onDragEnd: resizeAll
      });
      break;
    case 'left-right':
      document.getElementById("lr-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("bot").style.height = "calc(100% - 80px)";
      document.getElementById("bomdiv").classList.add("split-horizontal");
      document.getElementById("canvasdiv").classList.add("split-horizontal");
      document.getElementById("frontcanvas").classList.remove("split-horizontal");
      document.getElementById("backcanvas").classList.remove("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        direction: "vertical",
        onDragEnd: resizeAll
      });
  }
  settings.bomlayout = layout;
  writeStorage("bomlayout", layout);
  changeCanvasLayout(settings.canvaslayout);
}

function changeBomMode(mode) {
  document.getElementById("bom-grouped-btn").classList.remove("depressed");
  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
  document.getElementById("bom-netlist-btn").classList.remove("depressed");
  var chkbxs = document.getElementsByClassName("visibility_checkbox");

  switch (mode) {
    case 'grouped':
      document.getElementById("bom-grouped-btn").classList.add("depressed");
      for(var i = 0; i<chkbxs.length; i++) {
        chkbxs[i].disabled = false;
      }
      break;
    case 'ungrouped':
      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
      for(var i = 0; i<chkbxs.length; i++) {
        chkbxs[i].disabled = false;
      }
      break;
    case 'netlist':
      document.getElementById("bom-netlist-btn").classList.add("depressed");
      for(var i = 0; i<chkbxs.length; i++) {
        chkbxs[i].disabled = true;
      }
  }

  writeStorage("bommode", mode);
  if (mode != settings.bommode) {
    settings.bommode = mode;
    bomSortFunction = null;
    currentSortColumn = null;
    currentSortOrder = null;
    clearHighlightedFootprints();
  }
  populateBomTable();
}

function focusFilterField() {
  focusInputField(document.getElementById("filter"));
}

function focusRefLookupField() {
  focusInputField(document.getElementById("reflookup"));
}

function toggleBomCheckbox(bomrowid, checkboxnum) {
  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
  checkbox.checked = !checkbox.checked;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function checkBomCheckbox(bomrowid, checkboxname) {
  var checkboxnum = 0;
  while (checkboxnum < settings.checkboxes.length &&
    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    checkboxnum++;
  }
  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
  checkbox.checked = true;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function setBomCheckboxes(value) {
  writeStorage("bomCheckboxes", value);
  settings.checkboxes = value.split(",").filter((e) => e);
  prepCheckboxes();
  populateBomTable();
  populateDarkenWhenCheckedOptions();
}

function setDarkenWhenChecked(value) {
  writeStorage("darkenWhenChecked", value);
  settings.darkenWhenChecked = value;
  populateBomTable();
}

function prepCheckboxes() {
  var table = document.getElementById("checkbox-stats");
  while (table.childElementCount > 1) {
    table.removeChild(table.lastChild);
  }
  if (settings.checkboxes.length) {
    table.style.display = "";
  } else {
    table.style.display = "none";
  }
  for (var checkbox of settings.checkboxes) {
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    td.innerHTML = checkbox;
    tr.appendChild(td);
    td = document.createElement("TD");
    td.id = "checkbox-stats-" + checkbox;
    var progressbar = document.createElement("div");
    progressbar.classList.add("bar");
    td.appendChild(progressbar);
    var text = document.createElement("div");
    text.classList.add("text");
    td.appendChild(text);
    tr.appendChild(td);
    table.appendChild(tr);
    updateCheckboxStats(checkbox);
  }
}

function populateDarkenWhenCheckedOptions() {
  var container = document.getElementById("darkenWhenCheckedContainer");

  if (settings.checkboxes.length == 0) {
    container.parentElement.style.display = "none";
    return;
  }

  container.innerHTML = '';
  container.parentElement.style.display = "inline-block";

  function createOption(name, displayName) {
    var id = "darkenWhenChecked-" + name;

    var div = document.createElement("div");
    div.classList.add("radio-container");

    var input = document.createElement("input");
    input.type = "radio";
    input.name = "darkenWhenChecked";
    input.value = name;
    input.id = id;
    input.onchange = () => setDarkenWhenChecked(name);
    div.appendChild(input);

    // Preserve the selected element when the checkboxes change
    if (name == settings.darkenWhenChecked) {
      input.checked = true;
    }

    var label = document.createElement("label");
    label.innerHTML = displayName;
    label.htmlFor = id;
    div.appendChild(label);

    container.appendChild(div);
  }
  createOption("", "None");
  for (var checkbox of settings.checkboxes) {
    createOption(checkbox, checkbox);
  }
}

function updateCheckboxStats(checkbox) {
  var checked = getStoredCheckboxRefs(checkbox).size;
  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
  var percent = checked * 100.0 / total;
  var td = document.getElementById("checkbox-stats-" + checkbox);
  td.firstChild.style.width = percent + "%";
  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}

document.onkeydown = function(e) {
  switch (e.key) {
    case "n":
      if (document.activeElement.type == "text") {
        return;
      }
      if (currentHighlightedRowId !== null) {
        checkBomCheckbox(currentHighlightedRowId, "placed");
        highlightNextRow();
        e.preventDefault();
      }
      break;
    case "ArrowUp":
      highlightPreviousRow();
      e.preventDefault();
      break;
    case "ArrowDown":
      highlightNextRow();
      e.preventDefault();
      break;
    default:
      break;
  }
  if (e.altKey) {
    switch (e.key) {
      case "f":
        focusFilterField();
        e.preventDefault();
        break;
      case "r":
        focusRefLookupField();
        e.preventDefault();
        break;
      case "z":
        changeBomLayout("bom-only");
        e.preventDefault();
        break;
      case "x":
        changeBomLayout("left-right");
        e.preventDefault();
        break;
      case "c":
        changeBomLayout("top-bottom");
        e.preventDefault();
        break;
      case "v":
        changeCanvasLayout("F");
        e.preventDefault();
        break;
      case "b":
        changeCanvasLayout("FB");
        e.preventDefault();
        break;
      case "n":
        changeCanvasLayout("B");
        e.preventDefault();
        break;
      default:
        break;
    }
    if (e.key >= '1' && e.key <= '9') {
      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
      e.preventDefault();
    }
  }
}

function hideNetlistButton() {
  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
  document.getElementById("bom-netlist-btn").style.display = "none";
}

window.onload = function(e) {
  initUtils();
  initRender();
  initStorage();
  initDefaults();
  cleanGutters();
  populateMetadata();
  dbgdiv = document.getElementById("dbg");
  bom = document.getElementById("bombody");
  bomhead = document.getElementById("bomhead");
  filter = "";
  reflookup = "";
  if (!("nets" in pcbdata)) {
    hideNetlistButton();
  }
  initDone = true;
  prepCheckboxes();
  // Triggers render
  changeBomLayout(settings.bomlayout);

  // Users may leave fullscreen without touching the checkbox. Uncheck.
  document.addEventListener('fullscreenchange', () => {
    if (!document.fullscreenElement)
      document.getElementById('fullscreenCheckbox').checked = false;
  });
}

window.onresize = resizeAll;
window.matchMedia("print").addListener(resizeAll);

///////////////////////////////////////////////

///////////////////////////////////////////////

///////////////////////////////////////////////
  </script>
</head>

<body>

<div id="topmostdiv" class="topmostdiv">
  <div id="top">
    <div style="float: right; height: 100%;">
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="menubtn"></button>
        <div class="menu-content">
          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
            Dark mode
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
            Full Screen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
            Fab layer
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
            Silkscreen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
            References
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
            Values
          </label>
          <div id="tracksAndZonesCheckboxes">
            <label class="menu-label" style="width: calc(50% - 18px)">
              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
              Tracks
            </label><!-- This comment eats space! All of it!
            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
              Zones
            </label>
          </div>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
            Pads
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
            DNP outlined
          </label>
          <label class="menu-label">
            <input id="highlightpin1Checkbox" type="checkbox" onchange="setHighlightPin1(this.checked)">
            Highlight first pin
          </label>
          <label class="menu-label">
            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
            Continuous redraw on drag
          </label>
          <label class="menu-label">
            <span>Board rotation</span>
            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Bom checkboxes</div>
            <input id="bomCheckboxes" class="menu-textbox" type=text
                   oninput="setBomCheckboxes(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Darken when checked</div>
            <div id="darkenWhenCheckedContainer"></div>
          </label>
          <label class="menu-label">
            <span class="shameless-plug">
              <span>Created using</span>
              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
            </span>
          </label>
        </div>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
                title="Front only">F
        </button>
        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
                title="Front and Back">FB
        </button>
        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
                title="Back only">B
        </button>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
                title="BOM only"></button>
        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
                title="BOM left, drawings right"></button>
        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
                title="BOM top, drawings bot"></button>
      </div>
      <div class="button-container hideonprint"
           style="float: right; position: relative; top: 8px">
        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
                title="Grouped BOM"></button>
        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
                title="Ungrouped BOM"></button>
        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
                title="Netlist"></button>
      </div>
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="statsbtn"></button>
        <div class="menu-content">
          <table class="stats">
            <tbody>
              <tr>
                <td width="40%">Board stats</td>
                <td>Front</td>
                <td>Back</td>
                <td>Total</td>
              </tr>
              <tr>
                <td>Components</td>
                <td id="stats-components-front">~</td>
                <td id="stats-components-back">~</td>
                <td id="stats-components-total">~</td>
              </tr>
              <tr>
                <td>Groups</td>
                <td id="stats-groups-front">~</td>
                <td id="stats-groups-back">~</td>
                <td id="stats-groups-total">~</td>
              </tr>
              <tr>
                <td>SMD pads</td>
                <td id="stats-smd-pads-front">~</td>
                <td id="stats-smd-pads-back">~</td>
                <td id="stats-smd-pads-total">~</td>
              </tr>
              <tr>
                <td>TH pads</td>
                <td colspan=3 id="stats-th-pads">~</td>
              </tr>
            </tbody>
          </table>
          <table class="stats">
            <col width="40%"/><col />
            <tbody id="checkbox-stats">
              <tr>
                <td colspan=2 style="border-top: 0">Checkboxes</td>
              </tr>
            </tbody>
          </table>
        </div>
      </div>
      <div class="hideonprint menu" style="float: right; top: 8px;">
        <button class="iobtn"></button>
        <div class="menu-content">
          <div class="menu-label menu-label-top">
            <div style="margin-left: 5px;">Save board image</div>
            <div class="flexbox">
              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
              <span>X</span>
              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
            </div>
            <label>
              <input id="render-save-transparent" type="checkbox">
              Transparent background
            </label>
            <div class="flexbox">
              <button class="savebtn" onclick="saveImage('F')">Front</button>
              <button class="savebtn" onclick="saveImage('B')">Back</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Config and checkbox state</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveSettings()">Export</button>
              <button class="savebtn" onclick="loadSettings()">Import</button>
            </div>
          </div>
        </div>
      </div>
    </div>
    <div id="fileinfodiv" style="overflow: auto;">
      <table class="fileinfo">
        <tbody>
          <tr>
            <td id="title" class="title" style="width: 70%">
              Title
            </td>
            <td id="revision" class="title" style="width: 30%">
              Revision
            </td>
          </tr>
          <tr>
            <td id="company">
              Company
            </td>
            <td id="filedate">
              Date
            </td>
          </tr>
        </tbody>
      </table>
    </div>
  </div>
  <div id="bot" class="split" style="height: calc(100% - 80px)">
    <div id="bomdiv" class="split split-horizontal">
      <div style="width: 100%">
        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
               oninput="updateRefLookup(this.value)">
        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
               oninput="updateFilter(this.value)">
        <div class="button-container hideonprint" style="float: left; margin: 0;">
          <button id="copy" title="Copy bom table to clipboard"
               onclick="copyToClipboard()"></button>
        </div>
      </div>
      <div id="dbg"></div>
      <table class="bom" id="bomtable">
        <thead id="bomhead">
        </thead>
        <tbody id="bombody">
        </tbody>
      </table>
    </div>
    <div id="canvasdiv" class="split split-horizontal">
      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
    </div>
  </div>
</div>

</body>

</html>
